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Koordinatni sustav u ravnini
<p><b>(a)</b> Brojeve umanji za §§V0(1,10,1)§§.</p> <table class=' table table-bordered table-striped '> <tr> <td>§§V1(100,109,1)§§</td> <td>§§V2(200,209,1)§§</td> <td>§§V3(300,309,1)§§</td> <td>§§V4(400,409,1)§§</td> <td>§§V5(500,509,1)§§</td> <td>§§V6(600,609,1)§§</td> <td>§§V7(700,709,1)§§</td> </tr> <tr> <td>↓</td> <td>↓</td> <td>↓</td> <td>↓</td> <td>↓</td> <td>↓</td> <td>↓</td> </tr> <tr> <td>§§(§§V1(100,109,1)§§ - §§V0(1,10,1)§§)§§</td> <td>____</td> <td>____</td> <td>____</td> <td>____</td> <td>____</td> <td>____</td> </tr> </table> <p><b>(b)</b> Izračunaj razliku.</p> <table class=' table table-bordered table-striped '> <tr> <td>§§V8(373,678,1)§§ - 40 = ____</td> <td>§§V9(172,877,1)§§ - 50 = ____</td> <td>§§V10(295,600,1)§§ - 80 = ____</td> </tr> <tr> <td>§§V11(285,390,1)§§ - 60 = ____</td> <td>§§V12(268,473,1)§§ - 30 = ____</td> <td>§§V13(189,794,1)§§ - 70 = ____</td> </tr> </table> <p><b>(c)</b> Oduzmi i objasni postupak oduzimanja.</p> <table class=' table table-bordered table-striped '> <tr> <td>§§V20(820,860,1)§§</td> <td>§§V21(620,660,1)§§</td> <td>§§V22(900,940,1)§§</td> <td>§§V23(760,800,1)§§</td> <td>§§V24(830,870,1)§§</td> <td>§§V25(500,540,1)§§</td> <td>§§V26(820,860,1)§§</td> </tr> <tr> <td>- §§V27(310,350,1)§§</td> <td>- §§V28(280,320,1)§§</td> <td>- §§V29(450,490,1)§§</td> <td>- §§V30(530,570,1)§§</td> <td>- §§V31(690,730,1)§§</td> <td>- §§V32(370,410,1)§§</td> <td>- §§V33(580,620,1)§§</td> </tr> <tr> <td>______</td><td>______</td><td>______</td><td>______</td><td>______</td><td>______</td><td>______</td> </tr> </table>
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